Results 151 to 160 of about 668,948 (189)

Multifocal Epitheloid Hemangioma of the Bone - A Rare Entity. [PDF]

J Orthop Case Rep
Malla B, Reddy BR, Uppin S, Hui M.
europepmc   +1 more source

Amyloid forming human lysozyme intermediates are stabilised by non-native amide-π interactions

Ahn M, Streit JO, Waudby CA, Włodarski T, Figueiredo AM, Christodoulou J, Kumita JR.   +6 more
europepmc   +1 more source

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The essentially chief series of a compactly generated locally compact group

, 2015
We first obtain finiteness properties for the collection of closed normal subgroups of a compactly generated locally compact group. Via these properties, every compactly generated locally compact group admits an essentially chief series – i.e.
Colin D. Reid, Phillip R. Wesolek
semanticscholar   +1 more source

THE TWO-SIDED REGULAR REPRESENTATION OF A UNIMODULAR LOCALLY COMPACT GROUP

, 1950
We show that for any unimodular locally compact group G, the lattice of all closed linear subspaces in L2(G) which are invariant under right and left translations is a Boolean algebra.
I. Segal
semanticscholar   +1 more source

Fourier transform of Radon measures on a locally compact group

, 2010
A space of generalized functions is constructed that allows us to generalize Bochner's theorem so that all Radon measures on a locally compact group are in a one-to-one correspondence with elements of that space of generalized functions.
D. Atanasiu, P. Mikusiński
semanticscholar   +1 more source

On Hochschild cohomology of the augmentation ideal of a locally compact group

Mathematical Proceedings of the Cambridge Philosophical Society, 1999
In this paper we study the cohomology groups Hn(I, I*) and Hn([Uscr ], [Uscr ]*) where [Uscr ] is a Banach algebra with a bounded approximate identity and I is a codimension one closed two-sided ideal of [Uscr ].
N. Grønbæk, A. Lau
semanticscholar   +1 more source

A Class of Functional Equations on a Locally Compact Group

, 1998
Let G be a locally compact group not necessarily unimodular. Let μ be a regular and bounded measure on G. We study, in this paper, the following integral equation, E(μ) ∫Gϕ(xty)dμ(t)=ϕ(x)ϕ(y)
M. Akkouchi, A. Bakali, Idriss Khalil
semanticscholar   +1 more source

Right Cancellation in the LUC‐Compactification of a Locally Compact Group

, 2003
Write G* = GLUC∖G where GLUC is the largest semigroup compactification of the locally compact group G. Then the set of points of G* which are right cancellable in G* = GLUC is large; in fact it has an interior in G* which is dense in G*.
M. Filali, J. Pym
semanticscholar   +1 more source

Continuity of Multiplication in the Largest Compactification of a Locally Compact Group

, 2001
GLUC is the largest semigroup compactification of the locally compact group G. When G is not compact, given q ∈ G* = GLUC ∖ G, there is p ∈ G* such that x ↦ qx is discontinuous at p (Theorem 2).
I. Protasov, J. Pym
semanticscholar   +1 more source

On a variant of μ-Wilson’s functional equation on a locally compact group

, 2015
D. Zeglami, B. Fadli, S. Kabbaj
semanticscholar   +1 more source